{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "75bd29f0-c00b-4a53-8ca3-b663ad4f8cf8",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.font_manager as fm\n",
    "plt.rcParams['font.family'] = 'Times New Roman'\n",
    "plt.rcParams['font.size']=30 \n",
    "data = pd.read_excel(r'数据\\修正数据1.xlsx')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f885bbbb-dda4-431f-8fc7-f9d38ba0b4b0",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AvgSurfT_inst_bozhong</th>\n",
       "      <th>AvgSurfT_inst_chumiao</th>\n",
       "      <th>AvgSurfT_inst_fennie</th>\n",
       "      <th>AvgSurfT_inst_yuedong</th>\n",
       "      <th>AvgSurfT_inst_fanqing</th>\n",
       "      <th>AvgSurfT_inst_bajie</th>\n",
       "      <th>AvgSurfT_inst_yunsui</th>\n",
       "      <th>AvgSurfT_inst_chousui</th>\n",
       "      <th>AvgSurfT_inst_kaihua</th>\n",
       "      <th>AvgSurfT_inst_guanjiang</th>\n",
       "      <th>...</th>\n",
       "      <th>wet_yuedong</th>\n",
       "      <th>wet_fanqing</th>\n",
       "      <th>wet_bajie</th>\n",
       "      <th>wet_yunsui</th>\n",
       "      <th>wet_chousui</th>\n",
       "      <th>wet_kaihua</th>\n",
       "      <th>wet_guanjiang</th>\n",
       "      <th>wet_chengshu</th>\n",
       "      <th>wet_shouhuo</th>\n",
       "      <th>亩产</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>289.313124</td>\n",
       "      <td>287.678060</td>\n",
       "      <td>277.059194</td>\n",
       "      <td>273.416761</td>\n",
       "      <td>281.579683</td>\n",
       "      <td>284.538514</td>\n",
       "      <td>288.627335</td>\n",
       "      <td>288.888370</td>\n",
       "      <td>290.235822</td>\n",
       "      <td>296.724920</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.132079</td>\n",
       "      <td>-0.128427</td>\n",
       "      <td>-0.116011</td>\n",
       "      <td>-0.117605</td>\n",
       "      <td>-0.124625</td>\n",
       "      <td>-0.085087</td>\n",
       "      <td>-0.102872</td>\n",
       "      <td>-0.137377</td>\n",
       "      <td>-0.188097</td>\n",
       "      <td>7421.059765</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>289.350292</td>\n",
       "      <td>288.486203</td>\n",
       "      <td>279.357652</td>\n",
       "      <td>276.379945</td>\n",
       "      <td>282.617156</td>\n",
       "      <td>284.656210</td>\n",
       "      <td>287.488307</td>\n",
       "      <td>288.681462</td>\n",
       "      <td>289.327636</td>\n",
       "      <td>294.793096</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.141617</td>\n",
       "      <td>-0.132977</td>\n",
       "      <td>-0.110309</td>\n",
       "      <td>-0.116465</td>\n",
       "      <td>-0.105958</td>\n",
       "      <td>-0.090472</td>\n",
       "      <td>-0.130274</td>\n",
       "      <td>-0.192853</td>\n",
       "      <td>-0.231545</td>\n",
       "      <td>5905.753158</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>288.596064</td>\n",
       "      <td>287.852062</td>\n",
       "      <td>279.254586</td>\n",
       "      <td>276.777840</td>\n",
       "      <td>282.515575</td>\n",
       "      <td>284.418650</td>\n",
       "      <td>286.656538</td>\n",
       "      <td>287.906031</td>\n",
       "      <td>288.377523</td>\n",
       "      <td>293.265111</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.154601</td>\n",
       "      <td>-0.143990</td>\n",
       "      <td>-0.115011</td>\n",
       "      <td>-0.139067</td>\n",
       "      <td>-0.128509</td>\n",
       "      <td>-0.110333</td>\n",
       "      <td>-0.131183</td>\n",
       "      <td>-0.184031</td>\n",
       "      <td>-0.217761</td>\n",
       "      <td>5681.763483</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>290.224941</td>\n",
       "      <td>289.081234</td>\n",
       "      <td>278.873969</td>\n",
       "      <td>275.573085</td>\n",
       "      <td>282.534935</td>\n",
       "      <td>285.719891</td>\n",
       "      <td>288.808381</td>\n",
       "      <td>289.566382</td>\n",
       "      <td>290.741883</td>\n",
       "      <td>296.832777</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.135413</td>\n",
       "      <td>-0.125759</td>\n",
       "      <td>-0.113077</td>\n",
       "      <td>-0.095139</td>\n",
       "      <td>-0.117875</td>\n",
       "      <td>-0.082004</td>\n",
       "      <td>-0.110335</td>\n",
       "      <td>-0.147489</td>\n",
       "      <td>-0.195316</td>\n",
       "      <td>7947.794351</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>289.811414</td>\n",
       "      <td>288.820994</td>\n",
       "      <td>279.218751</td>\n",
       "      <td>276.401841</td>\n",
       "      <td>282.553255</td>\n",
       "      <td>284.761917</td>\n",
       "      <td>287.694106</td>\n",
       "      <td>287.998000</td>\n",
       "      <td>289.466445</td>\n",
       "      <td>295.663908</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.154962</td>\n",
       "      <td>-0.132498</td>\n",
       "      <td>-0.113442</td>\n",
       "      <td>-0.109419</td>\n",
       "      <td>-0.102853</td>\n",
       "      <td>-0.095346</td>\n",
       "      <td>-0.125270</td>\n",
       "      <td>-0.181671</td>\n",
       "      <td>-0.219029</td>\n",
       "      <td>7840.499426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>505</th>\n",
       "      <td>290.814600</td>\n",
       "      <td>286.702536</td>\n",
       "      <td>279.449822</td>\n",
       "      <td>275.709382</td>\n",
       "      <td>279.634063</td>\n",
       "      <td>284.124320</td>\n",
       "      <td>288.319887</td>\n",
       "      <td>292.000703</td>\n",
       "      <td>293.526261</td>\n",
       "      <td>297.674423</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.107581</td>\n",
       "      <td>-0.119109</td>\n",
       "      <td>-0.115847</td>\n",
       "      <td>-0.100915</td>\n",
       "      <td>-0.108755</td>\n",
       "      <td>-0.112778</td>\n",
       "      <td>-0.127327</td>\n",
       "      <td>-0.166713</td>\n",
       "      <td>-0.188275</td>\n",
       "      <td>6179.400354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>506</th>\n",
       "      <td>290.812592</td>\n",
       "      <td>287.082264</td>\n",
       "      <td>280.246718</td>\n",
       "      <td>276.168882</td>\n",
       "      <td>279.496484</td>\n",
       "      <td>284.288082</td>\n",
       "      <td>287.712756</td>\n",
       "      <td>291.578805</td>\n",
       "      <td>292.771985</td>\n",
       "      <td>297.037479</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.118954</td>\n",
       "      <td>-0.128412</td>\n",
       "      <td>-0.127894</td>\n",
       "      <td>-0.090531</td>\n",
       "      <td>-0.102692</td>\n",
       "      <td>-0.095873</td>\n",
       "      <td>-0.123749</td>\n",
       "      <td>-0.169610</td>\n",
       "      <td>-0.168860</td>\n",
       "      <td>7380.460870</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>507</th>\n",
       "      <td>291.466055</td>\n",
       "      <td>287.665186</td>\n",
       "      <td>281.240534</td>\n",
       "      <td>277.309931</td>\n",
       "      <td>280.183213</td>\n",
       "      <td>284.754987</td>\n",
       "      <td>287.353646</td>\n",
       "      <td>291.546309</td>\n",
       "      <td>292.471102</td>\n",
       "      <td>296.778549</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.120101</td>\n",
       "      <td>-0.117149</td>\n",
       "      <td>-0.119831</td>\n",
       "      <td>-0.091706</td>\n",
       "      <td>-0.112745</td>\n",
       "      <td>-0.111334</td>\n",
       "      <td>-0.123567</td>\n",
       "      <td>-0.158957</td>\n",
       "      <td>-0.152527</td>\n",
       "      <td>5993.838377</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>508</th>\n",
       "      <td>290.854321</td>\n",
       "      <td>287.212626</td>\n",
       "      <td>280.678779</td>\n",
       "      <td>277.247600</td>\n",
       "      <td>279.922049</td>\n",
       "      <td>283.964577</td>\n",
       "      <td>287.110556</td>\n",
       "      <td>290.182641</td>\n",
       "      <td>291.374045</td>\n",
       "      <td>296.076609</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.117350</td>\n",
       "      <td>-0.117184</td>\n",
       "      <td>-0.120024</td>\n",
       "      <td>-0.097879</td>\n",
       "      <td>-0.105863</td>\n",
       "      <td>-0.115831</td>\n",
       "      <td>-0.142064</td>\n",
       "      <td>-0.188347</td>\n",
       "      <td>-0.195202</td>\n",
       "      <td>5321.619139</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>509</th>\n",
       "      <td>290.668075</td>\n",
       "      <td>286.588159</td>\n",
       "      <td>279.620002</td>\n",
       "      <td>275.617019</td>\n",
       "      <td>279.930824</td>\n",
       "      <td>284.591038</td>\n",
       "      <td>288.409642</td>\n",
       "      <td>291.990617</td>\n",
       "      <td>293.894322</td>\n",
       "      <td>297.924590</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.121054</td>\n",
       "      <td>-0.131227</td>\n",
       "      <td>-0.125651</td>\n",
       "      <td>-0.099527</td>\n",
       "      <td>-0.123841</td>\n",
       "      <td>-0.119494</td>\n",
       "      <td>-0.127146</td>\n",
       "      <td>-0.169401</td>\n",
       "      <td>-0.171446</td>\n",
       "      <td>5738.673461</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>510 rows × 385 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     AvgSurfT_inst_bozhong  AvgSurfT_inst_chumiao  AvgSurfT_inst_fennie   \n",
       "0               289.313124             287.678060            277.059194  \\\n",
       "1               289.350292             288.486203            279.357652   \n",
       "2               288.596064             287.852062            279.254586   \n",
       "3               290.224941             289.081234            278.873969   \n",
       "4               289.811414             288.820994            279.218751   \n",
       "..                     ...                    ...                   ...   \n",
       "505             290.814600             286.702536            279.449822   \n",
       "506             290.812592             287.082264            280.246718   \n",
       "507             291.466055             287.665186            281.240534   \n",
       "508             290.854321             287.212626            280.678779   \n",
       "509             290.668075             286.588159            279.620002   \n",
       "\n",
       "     AvgSurfT_inst_yuedong  AvgSurfT_inst_fanqing  AvgSurfT_inst_bajie   \n",
       "0               273.416761             281.579683           284.538514  \\\n",
       "1               276.379945             282.617156           284.656210   \n",
       "2               276.777840             282.515575           284.418650   \n",
       "3               275.573085             282.534935           285.719891   \n",
       "4               276.401841             282.553255           284.761917   \n",
       "..                     ...                    ...                  ...   \n",
       "505             275.709382             279.634063           284.124320   \n",
       "506             276.168882             279.496484           284.288082   \n",
       "507             277.309931             280.183213           284.754987   \n",
       "508             277.247600             279.922049           283.964577   \n",
       "509             275.617019             279.930824           284.591038   \n",
       "\n",
       "     AvgSurfT_inst_yunsui  AvgSurfT_inst_chousui  AvgSurfT_inst_kaihua   \n",
       "0              288.627335             288.888370            290.235822  \\\n",
       "1              287.488307             288.681462            289.327636   \n",
       "2              286.656538             287.906031            288.377523   \n",
       "3              288.808381             289.566382            290.741883   \n",
       "4              287.694106             287.998000            289.466445   \n",
       "..                    ...                    ...                   ...   \n",
       "505            288.319887             292.000703            293.526261   \n",
       "506            287.712756             291.578805            292.771985   \n",
       "507            287.353646             291.546309            292.471102   \n",
       "508            287.110556             290.182641            291.374045   \n",
       "509            288.409642             291.990617            293.894322   \n",
       "\n",
       "     AvgSurfT_inst_guanjiang  ...  wet_yuedong  wet_fanqing  wet_bajie   \n",
       "0                 296.724920  ...    -0.132079    -0.128427  -0.116011  \\\n",
       "1                 294.793096  ...    -0.141617    -0.132977  -0.110309   \n",
       "2                 293.265111  ...    -0.154601    -0.143990  -0.115011   \n",
       "3                 296.832777  ...    -0.135413    -0.125759  -0.113077   \n",
       "4                 295.663908  ...    -0.154962    -0.132498  -0.113442   \n",
       "..                       ...  ...          ...          ...        ...   \n",
       "505               297.674423  ...    -0.107581    -0.119109  -0.115847   \n",
       "506               297.037479  ...    -0.118954    -0.128412  -0.127894   \n",
       "507               296.778549  ...    -0.120101    -0.117149  -0.119831   \n",
       "508               296.076609  ...    -0.117350    -0.117184  -0.120024   \n",
       "509               297.924590  ...    -0.121054    -0.131227  -0.125651   \n",
       "\n",
       "     wet_yunsui  wet_chousui  wet_kaihua  wet_guanjiang  wet_chengshu   \n",
       "0     -0.117605    -0.124625   -0.085087      -0.102872     -0.137377  \\\n",
       "1     -0.116465    -0.105958   -0.090472      -0.130274     -0.192853   \n",
       "2     -0.139067    -0.128509   -0.110333      -0.131183     -0.184031   \n",
       "3     -0.095139    -0.117875   -0.082004      -0.110335     -0.147489   \n",
       "4     -0.109419    -0.102853   -0.095346      -0.125270     -0.181671   \n",
       "..          ...          ...         ...            ...           ...   \n",
       "505   -0.100915    -0.108755   -0.112778      -0.127327     -0.166713   \n",
       "506   -0.090531    -0.102692   -0.095873      -0.123749     -0.169610   \n",
       "507   -0.091706    -0.112745   -0.111334      -0.123567     -0.158957   \n",
       "508   -0.097879    -0.105863   -0.115831      -0.142064     -0.188347   \n",
       "509   -0.099527    -0.123841   -0.119494      -0.127146     -0.169401   \n",
       "\n",
       "     wet_shouhuo           亩产  \n",
       "0      -0.188097  7421.059765  \n",
       "1      -0.231545  5905.753158  \n",
       "2      -0.217761  5681.763483  \n",
       "3      -0.195316  7947.794351  \n",
       "4      -0.219029  7840.499426  \n",
       "..           ...          ...  \n",
       "505    -0.188275  6179.400354  \n",
       "506    -0.168860  7380.460870  \n",
       "507    -0.152527  5993.838377  \n",
       "508    -0.195202  5321.619139  \n",
       "509    -0.171446  5738.673461  \n",
       "\n",
       "[510 rows x 385 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data1 = data.drop(columns=['NAME','Unnamed: 0'])\n",
    "data1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8d3c19de-328e-47fa-b8c9-a85a07bcadaa",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "AvgSurfT_inst_bozhong    0.409110\n",
       "AvgSurfT_inst_chumiao    0.367405\n",
       "AvgSurfT_inst_fennie     0.083890\n",
       "AvgSurfT_inst_yuedong    0.043603\n",
       "AvgSurfT_inst_fanqing    0.165705\n",
       "                           ...   \n",
       "wet_kaihua               0.678819\n",
       "wet_guanjiang            0.587290\n",
       "wet_chengshu             0.036240\n",
       "wet_shouhuo             -0.163413\n",
       "亩产                       1.000000\n",
       "Name: 亩产, Length: 385, dtype: float64"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "corr_matrix = data1.corr()\n",
    "corr0=corr_matrix['亩产']\n",
    "corr0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "989edb8e-d3cf-4eca-949f-8ebdb1f98002",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "columns = ['$X_{%d}$' % i for i in range(1, 13)]\n",
    "index = ['AvgSurfT_inst','CanopInt_inst','DVI','ECanop_tavg','EVI','EVI2','EXG',\n",
    " 'GCVI','GI','GNDVI','LST_Day_1km','LST_Night_1km','Lai_500m','MCARI','MSR','NDGI','NDVI',\n",
    " 'NGBDI','OSAVI','RootMoist_inst','SR','SVAI','SoilMoi0_10cm_inst','SoilMoi10_40cm_inst','VDVI','WDRVI',\n",
    " 'WDVI','soil_temperature_level_1','soil_temperature_level_2','soil_temperature_level_3','soil_temperature_level_4',\n",
    " 'wet']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "701970ed-acac-45b1-8f58-6ffcd91ef297",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>$X_{1}$</th>\n",
       "      <th>$X_{2}$</th>\n",
       "      <th>$X_{3}$</th>\n",
       "      <th>$X_{4}$</th>\n",
       "      <th>$X_{5}$</th>\n",
       "      <th>$X_{6}$</th>\n",
       "      <th>$X_{7}$</th>\n",
       "      <th>$X_{8}$</th>\n",
       "      <th>$X_{9}$</th>\n",
       "      <th>$X_{10}$</th>\n",
       "      <th>$X_{11}$</th>\n",
       "      <th>$X_{12}$</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>AvgSurfT_inst</th>\n",
       "      <td>0.409110</td>\n",
       "      <td>0.367405</td>\n",
       "      <td>0.083890</td>\n",
       "      <td>0.043603</td>\n",
       "      <td>0.165705</td>\n",
       "      <td>0.066183</td>\n",
       "      <td>0.136026</td>\n",
       "      <td>0.114400</td>\n",
       "      <td>0.197226</td>\n",
       "      <td>0.540520</td>\n",
       "      <td>0.668540</td>\n",
       "      <td>0.483032</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CanopInt_inst</th>\n",
       "      <td>-0.192581</td>\n",
       "      <td>-0.161451</td>\n",
       "      <td>-0.185116</td>\n",
       "      <td>-0.176938</td>\n",
       "      <td>-0.195795</td>\n",
       "      <td>-0.267101</td>\n",
       "      <td>-0.204691</td>\n",
       "      <td>-0.307878</td>\n",
       "      <td>-0.127715</td>\n",
       "      <td>-0.175533</td>\n",
       "      <td>-0.228841</td>\n",
       "      <td>-0.156844</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DVI</th>\n",
       "      <td>-0.518549</td>\n",
       "      <td>-0.256304</td>\n",
       "      <td>0.226218</td>\n",
       "      <td>0.442039</td>\n",
       "      <td>0.511450</td>\n",
       "      <td>0.713181</td>\n",
       "      <td>0.723795</td>\n",
       "      <td>0.795348</td>\n",
       "      <td>0.720250</td>\n",
       "      <td>0.496227</td>\n",
       "      <td>-0.075682</td>\n",
       "      <td>-0.198861</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ECanop_tavg</th>\n",
       "      <td>-0.323433</td>\n",
       "      <td>-0.272733</td>\n",
       "      <td>0.062293</td>\n",
       "      <td>0.099707</td>\n",
       "      <td>0.067157</td>\n",
       "      <td>0.055273</td>\n",
       "      <td>0.199865</td>\n",
       "      <td>0.044731</td>\n",
       "      <td>0.122090</td>\n",
       "      <td>0.038826</td>\n",
       "      <td>-0.018138</td>\n",
       "      <td>-0.045115</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>EVI</th>\n",
       "      <td>-0.571794</td>\n",
       "      <td>-0.310581</td>\n",
       "      <td>0.216176</td>\n",
       "      <td>0.445043</td>\n",
       "      <td>0.495904</td>\n",
       "      <td>0.700018</td>\n",
       "      <td>0.746745</td>\n",
       "      <td>0.107477</td>\n",
       "      <td>0.745396</td>\n",
       "      <td>0.184163</td>\n",
       "      <td>-0.118224</td>\n",
       "      <td>-0.243343</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>EVI2</th>\n",
       "      <td>-0.563929</td>\n",
       "      <td>-0.314099</td>\n",
       "      <td>0.195186</td>\n",
       "      <td>0.411024</td>\n",
       "      <td>0.476340</td>\n",
       "      <td>0.697613</td>\n",
       "      <td>0.722704</td>\n",
       "      <td>0.785255</td>\n",
       "      <td>0.679164</td>\n",
       "      <td>0.474978</td>\n",
       "      <td>-0.117014</td>\n",
       "      <td>-0.246510</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>EXG</th>\n",
       "      <td>-0.559971</td>\n",
       "      <td>-0.244897</td>\n",
       "      <td>0.615409</td>\n",
       "      <td>0.602263</td>\n",
       "      <td>0.584035</td>\n",
       "      <td>0.511283</td>\n",
       "      <td>0.170164</td>\n",
       "      <td>0.113423</td>\n",
       "      <td>-0.070221</td>\n",
       "      <td>-0.018831</td>\n",
       "      <td>-0.507368</td>\n",
       "      <td>-0.702534</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GCVI</th>\n",
       "      <td>-0.308012</td>\n",
       "      <td>-0.511173</td>\n",
       "      <td>0.019635</td>\n",
       "      <td>0.221252</td>\n",
       "      <td>0.344426</td>\n",
       "      <td>0.629727</td>\n",
       "      <td>0.659742</td>\n",
       "      <td>0.378649</td>\n",
       "      <td>0.635628</td>\n",
       "      <td>0.377032</td>\n",
       "      <td>-0.144284</td>\n",
       "      <td>-0.259292</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GI</th>\n",
       "      <td>0.213342</td>\n",
       "      <td>0.325574</td>\n",
       "      <td>-0.439593</td>\n",
       "      <td>-0.529851</td>\n",
       "      <td>-0.357319</td>\n",
       "      <td>-0.429474</td>\n",
       "      <td>-0.484989</td>\n",
       "      <td>-0.190294</td>\n",
       "      <td>0.028222</td>\n",
       "      <td>-0.097740</td>\n",
       "      <td>0.247102</td>\n",
       "      <td>0.293262</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GNDVI</th>\n",
       "      <td>-0.321319</td>\n",
       "      <td>-0.300658</td>\n",
       "      <td>-0.011241</td>\n",
       "      <td>0.195253</td>\n",
       "      <td>0.332360</td>\n",
       "      <td>0.657774</td>\n",
       "      <td>0.674811</td>\n",
       "      <td>0.163205</td>\n",
       "      <td>0.691052</td>\n",
       "      <td>0.172001</td>\n",
       "      <td>-0.082069</td>\n",
       "      <td>-0.156991</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>LST_Day_1km</th>\n",
       "      <td>0.031454</td>\n",
       "      <td>-0.029897</td>\n",
       "      <td>-0.096446</td>\n",
       "      <td>-0.158468</td>\n",
       "      <td>-0.029451</td>\n",
       "      <td>-0.091536</td>\n",
       "      <td>-0.527816</td>\n",
       "      <td>-0.508968</td>\n",
       "      <td>-0.341372</td>\n",
       "      <td>-0.136268</td>\n",
       "      <td>0.044617</td>\n",
       "      <td>0.004380</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>LST_Night_1km</th>\n",
       "      <td>0.038172</td>\n",
       "      <td>-0.045524</td>\n",
       "      <td>-0.146545</td>\n",
       "      <td>-0.219369</td>\n",
       "      <td>-0.129270</td>\n",
       "      <td>-0.122169</td>\n",
       "      <td>-0.400686</td>\n",
       "      <td>-0.282572</td>\n",
       "      <td>-0.231243</td>\n",
       "      <td>0.011207</td>\n",
       "      <td>-0.039948</td>\n",
       "      <td>0.013872</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Lai_500m</th>\n",
       "      <td>-0.498207</td>\n",
       "      <td>-0.529612</td>\n",
       "      <td>0.476565</td>\n",
       "      <td>0.445582</td>\n",
       "      <td>0.457916</td>\n",
       "      <td>0.648791</td>\n",
       "      <td>0.681132</td>\n",
       "      <td>0.727709</td>\n",
       "      <td>0.663914</td>\n",
       "      <td>0.558416</td>\n",
       "      <td>-0.419406</td>\n",
       "      <td>-0.626101</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MCARI</th>\n",
       "      <td>-0.258728</td>\n",
       "      <td>-0.175479</td>\n",
       "      <td>0.462609</td>\n",
       "      <td>0.433406</td>\n",
       "      <td>0.409164</td>\n",
       "      <td>0.615501</td>\n",
       "      <td>0.644821</td>\n",
       "      <td>0.702537</td>\n",
       "      <td>0.608920</td>\n",
       "      <td>0.583678</td>\n",
       "      <td>-0.401373</td>\n",
       "      <td>-0.529602</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MSR</th>\n",
       "      <td>-0.572553</td>\n",
       "      <td>-0.672395</td>\n",
       "      <td>0.365633</td>\n",
       "      <td>0.371969</td>\n",
       "      <td>0.423684</td>\n",
       "      <td>0.647026</td>\n",
       "      <td>0.652254</td>\n",
       "      <td>0.716209</td>\n",
       "      <td>0.568770</td>\n",
       "      <td>0.453843</td>\n",
       "      <td>-0.477753</td>\n",
       "      <td>-0.621952</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NDGI</th>\n",
       "      <td>-0.242677</td>\n",
       "      <td>-0.332972</td>\n",
       "      <td>0.494155</td>\n",
       "      <td>0.523106</td>\n",
       "      <td>0.383156</td>\n",
       "      <td>0.475763</td>\n",
       "      <td>0.471194</td>\n",
       "      <td>0.159245</td>\n",
       "      <td>0.029090</td>\n",
       "      <td>0.103784</td>\n",
       "      <td>-0.241489</td>\n",
       "      <td>-0.280805</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NDVI</th>\n",
       "      <td>-0.598083</td>\n",
       "      <td>-0.378533</td>\n",
       "      <td>0.089888</td>\n",
       "      <td>0.314251</td>\n",
       "      <td>0.379385</td>\n",
       "      <td>0.644061</td>\n",
       "      <td>0.664654</td>\n",
       "      <td>0.737937</td>\n",
       "      <td>0.523066</td>\n",
       "      <td>0.356574</td>\n",
       "      <td>-0.157950</td>\n",
       "      <td>-0.275038</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NGBDI</th>\n",
       "      <td>-0.103851</td>\n",
       "      <td>-0.099454</td>\n",
       "      <td>0.033981</td>\n",
       "      <td>0.122973</td>\n",
       "      <td>0.116706</td>\n",
       "      <td>0.013805</td>\n",
       "      <td>-0.129541</td>\n",
       "      <td>-0.031353</td>\n",
       "      <td>-0.111491</td>\n",
       "      <td>-0.101654</td>\n",
       "      <td>-0.106163</td>\n",
       "      <td>-0.172629</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>OSAVI</th>\n",
       "      <td>-0.585884</td>\n",
       "      <td>-0.341388</td>\n",
       "      <td>0.141439</td>\n",
       "      <td>0.371579</td>\n",
       "      <td>0.433205</td>\n",
       "      <td>0.680091</td>\n",
       "      <td>0.708620</td>\n",
       "      <td>0.769653</td>\n",
       "      <td>0.614496</td>\n",
       "      <td>0.410176</td>\n",
       "      <td>-0.135671</td>\n",
       "      <td>-0.255925</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>RootMoist_inst</th>\n",
       "      <td>-0.290488</td>\n",
       "      <td>-0.305208</td>\n",
       "      <td>-0.305309</td>\n",
       "      <td>-0.362471</td>\n",
       "      <td>-0.371554</td>\n",
       "      <td>-0.364458</td>\n",
       "      <td>-0.399799</td>\n",
       "      <td>-0.431662</td>\n",
       "      <td>-0.415429</td>\n",
       "      <td>-0.420782</td>\n",
       "      <td>-0.430445</td>\n",
       "      <td>-0.422441</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SR</th>\n",
       "      <td>-0.603757</td>\n",
       "      <td>-0.487175</td>\n",
       "      <td>0.163077</td>\n",
       "      <td>0.325883</td>\n",
       "      <td>0.386300</td>\n",
       "      <td>0.600527</td>\n",
       "      <td>0.621582</td>\n",
       "      <td>0.685760</td>\n",
       "      <td>0.545078</td>\n",
       "      <td>0.489986</td>\n",
       "      <td>-0.237088</td>\n",
       "      <td>-0.386521</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SVAI</th>\n",
       "      <td>-0.566718</td>\n",
       "      <td>-0.307720</td>\n",
       "      <td>0.179429</td>\n",
       "      <td>0.408043</td>\n",
       "      <td>0.470431</td>\n",
       "      <td>0.699544</td>\n",
       "      <td>0.725725</td>\n",
       "      <td>0.785880</td>\n",
       "      <td>0.674958</td>\n",
       "      <td>0.449355</td>\n",
       "      <td>-0.114209</td>\n",
       "      <td>-0.236441</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SoilMoi0_10cm_inst</th>\n",
       "      <td>-0.198804</td>\n",
       "      <td>-0.260340</td>\n",
       "      <td>-0.256362</td>\n",
       "      <td>-0.235013</td>\n",
       "      <td>-0.266349</td>\n",
       "      <td>-0.261471</td>\n",
       "      <td>-0.341123</td>\n",
       "      <td>-0.383143</td>\n",
       "      <td>-0.322071</td>\n",
       "      <td>-0.315782</td>\n",
       "      <td>-0.358826</td>\n",
       "      <td>-0.291799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SoilMoi10_40cm_inst</th>\n",
       "      <td>-0.200014</td>\n",
       "      <td>-0.218488</td>\n",
       "      <td>-0.228144</td>\n",
       "      <td>-0.277680</td>\n",
       "      <td>-0.281135</td>\n",
       "      <td>-0.273954</td>\n",
       "      <td>-0.323696</td>\n",
       "      <td>-0.370878</td>\n",
       "      <td>-0.325445</td>\n",
       "      <td>-0.340494</td>\n",
       "      <td>-0.359316</td>\n",
       "      <td>-0.333971</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>VDVI</th>\n",
       "      <td>-0.192777</td>\n",
       "      <td>-0.205162</td>\n",
       "      <td>0.260501</td>\n",
       "      <td>0.444503</td>\n",
       "      <td>0.353447</td>\n",
       "      <td>0.402094</td>\n",
       "      <td>0.291325</td>\n",
       "      <td>0.292143</td>\n",
       "      <td>-0.043415</td>\n",
       "      <td>0.075116</td>\n",
       "      <td>-0.392976</td>\n",
       "      <td>-0.584767</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WDRVI</th>\n",
       "      <td>-0.575519</td>\n",
       "      <td>-0.673933</td>\n",
       "      <td>0.365442</td>\n",
       "      <td>0.373966</td>\n",
       "      <td>0.429138</td>\n",
       "      <td>0.659597</td>\n",
       "      <td>0.660899</td>\n",
       "      <td>0.731544</td>\n",
       "      <td>0.564475</td>\n",
       "      <td>0.451037</td>\n",
       "      <td>-0.476455</td>\n",
       "      <td>-0.627757</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WDVI</th>\n",
       "      <td>-0.306446</td>\n",
       "      <td>-0.070934</td>\n",
       "      <td>0.263381</td>\n",
       "      <td>0.514526</td>\n",
       "      <td>0.542033</td>\n",
       "      <td>0.728102</td>\n",
       "      <td>0.720992</td>\n",
       "      <td>0.799526</td>\n",
       "      <td>0.732549</td>\n",
       "      <td>0.494968</td>\n",
       "      <td>0.001423</td>\n",
       "      <td>-0.064758</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>soil_temperature_level_1</th>\n",
       "      <td>0.364656</td>\n",
       "      <td>0.380388</td>\n",
       "      <td>0.123579</td>\n",
       "      <td>0.043154</td>\n",
       "      <td>0.195866</td>\n",
       "      <td>0.306423</td>\n",
       "      <td>0.433433</td>\n",
       "      <td>0.382455</td>\n",
       "      <td>0.423074</td>\n",
       "      <td>0.508053</td>\n",
       "      <td>0.499875</td>\n",
       "      <td>0.454563</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>soil_temperature_level_2</th>\n",
       "      <td>0.366938</td>\n",
       "      <td>0.393462</td>\n",
       "      <td>0.156209</td>\n",
       "      <td>0.063738</td>\n",
       "      <td>0.199482</td>\n",
       "      <td>0.344426</td>\n",
       "      <td>0.407463</td>\n",
       "      <td>0.408820</td>\n",
       "      <td>0.455572</td>\n",
       "      <td>0.528980</td>\n",
       "      <td>0.509858</td>\n",
       "      <td>0.500050</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>soil_temperature_level_3</th>\n",
       "      <td>0.381046</td>\n",
       "      <td>0.410249</td>\n",
       "      <td>0.263523</td>\n",
       "      <td>0.162576</td>\n",
       "      <td>0.222018</td>\n",
       "      <td>0.393503</td>\n",
       "      <td>0.382839</td>\n",
       "      <td>0.446527</td>\n",
       "      <td>0.449195</td>\n",
       "      <td>0.533172</td>\n",
       "      <td>0.500258</td>\n",
       "      <td>0.523664</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>soil_temperature_level_4</th>\n",
       "      <td>0.382209</td>\n",
       "      <td>0.414326</td>\n",
       "      <td>0.458612</td>\n",
       "      <td>0.456192</td>\n",
       "      <td>0.443489</td>\n",
       "      <td>0.418151</td>\n",
       "      <td>0.416107</td>\n",
       "      <td>0.413462</td>\n",
       "      <td>0.407221</td>\n",
       "      <td>0.375782</td>\n",
       "      <td>0.350735</td>\n",
       "      <td>0.340291</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wet</th>\n",
       "      <td>0.002836</td>\n",
       "      <td>0.145460</td>\n",
       "      <td>0.044293</td>\n",
       "      <td>0.010908</td>\n",
       "      <td>-0.060201</td>\n",
       "      <td>0.177993</td>\n",
       "      <td>0.365697</td>\n",
       "      <td>0.384112</td>\n",
       "      <td>0.678819</td>\n",
       "      <td>0.587290</td>\n",
       "      <td>0.036240</td>\n",
       "      <td>-0.163413</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           $X_{1}$   $X_{2}$   $X_{3}$   $X_{4}$   $X_{5}$   \n",
       "AvgSurfT_inst             0.409110  0.367405  0.083890  0.043603  0.165705  \\\n",
       "CanopInt_inst            -0.192581 -0.161451 -0.185116 -0.176938 -0.195795   \n",
       "DVI                      -0.518549 -0.256304  0.226218  0.442039  0.511450   \n",
       "ECanop_tavg              -0.323433 -0.272733  0.062293  0.099707  0.067157   \n",
       "EVI                      -0.571794 -0.310581  0.216176  0.445043  0.495904   \n",
       "EVI2                     -0.563929 -0.314099  0.195186  0.411024  0.476340   \n",
       "EXG                      -0.559971 -0.244897  0.615409  0.602263  0.584035   \n",
       "GCVI                     -0.308012 -0.511173  0.019635  0.221252  0.344426   \n",
       "GI                        0.213342  0.325574 -0.439593 -0.529851 -0.357319   \n",
       "GNDVI                    -0.321319 -0.300658 -0.011241  0.195253  0.332360   \n",
       "LST_Day_1km               0.031454 -0.029897 -0.096446 -0.158468 -0.029451   \n",
       "LST_Night_1km             0.038172 -0.045524 -0.146545 -0.219369 -0.129270   \n",
       "Lai_500m                 -0.498207 -0.529612  0.476565  0.445582  0.457916   \n",
       "MCARI                    -0.258728 -0.175479  0.462609  0.433406  0.409164   \n",
       "MSR                      -0.572553 -0.672395  0.365633  0.371969  0.423684   \n",
       "NDGI                     -0.242677 -0.332972  0.494155  0.523106  0.383156   \n",
       "NDVI                     -0.598083 -0.378533  0.089888  0.314251  0.379385   \n",
       "NGBDI                    -0.103851 -0.099454  0.033981  0.122973  0.116706   \n",
       "OSAVI                    -0.585884 -0.341388  0.141439  0.371579  0.433205   \n",
       "RootMoist_inst           -0.290488 -0.305208 -0.305309 -0.362471 -0.371554   \n",
       "SR                       -0.603757 -0.487175  0.163077  0.325883  0.386300   \n",
       "SVAI                     -0.566718 -0.307720  0.179429  0.408043  0.470431   \n",
       "SoilMoi0_10cm_inst       -0.198804 -0.260340 -0.256362 -0.235013 -0.266349   \n",
       "SoilMoi10_40cm_inst      -0.200014 -0.218488 -0.228144 -0.277680 -0.281135   \n",
       "VDVI                     -0.192777 -0.205162  0.260501  0.444503  0.353447   \n",
       "WDRVI                    -0.575519 -0.673933  0.365442  0.373966  0.429138   \n",
       "WDVI                     -0.306446 -0.070934  0.263381  0.514526  0.542033   \n",
       "soil_temperature_level_1  0.364656  0.380388  0.123579  0.043154  0.195866   \n",
       "soil_temperature_level_2  0.366938  0.393462  0.156209  0.063738  0.199482   \n",
       "soil_temperature_level_3  0.381046  0.410249  0.263523  0.162576  0.222018   \n",
       "soil_temperature_level_4  0.382209  0.414326  0.458612  0.456192  0.443489   \n",
       "wet                       0.002836  0.145460  0.044293  0.010908 -0.060201   \n",
       "\n",
       "                           $X_{6}$   $X_{7}$   $X_{8}$   $X_{9}$  $X_{10}$   \n",
       "AvgSurfT_inst             0.066183  0.136026  0.114400  0.197226  0.540520  \\\n",
       "CanopInt_inst            -0.267101 -0.204691 -0.307878 -0.127715 -0.175533   \n",
       "DVI                       0.713181  0.723795  0.795348  0.720250  0.496227   \n",
       "ECanop_tavg               0.055273  0.199865  0.044731  0.122090  0.038826   \n",
       "EVI                       0.700018  0.746745  0.107477  0.745396  0.184163   \n",
       "EVI2                      0.697613  0.722704  0.785255  0.679164  0.474978   \n",
       "EXG                       0.511283  0.170164  0.113423 -0.070221 -0.018831   \n",
       "GCVI                      0.629727  0.659742  0.378649  0.635628  0.377032   \n",
       "GI                       -0.429474 -0.484989 -0.190294  0.028222 -0.097740   \n",
       "GNDVI                     0.657774  0.674811  0.163205  0.691052  0.172001   \n",
       "LST_Day_1km              -0.091536 -0.527816 -0.508968 -0.341372 -0.136268   \n",
       "LST_Night_1km            -0.122169 -0.400686 -0.282572 -0.231243  0.011207   \n",
       "Lai_500m                  0.648791  0.681132  0.727709  0.663914  0.558416   \n",
       "MCARI                     0.615501  0.644821  0.702537  0.608920  0.583678   \n",
       "MSR                       0.647026  0.652254  0.716209  0.568770  0.453843   \n",
       "NDGI                      0.475763  0.471194  0.159245  0.029090  0.103784   \n",
       "NDVI                      0.644061  0.664654  0.737937  0.523066  0.356574   \n",
       "NGBDI                     0.013805 -0.129541 -0.031353 -0.111491 -0.101654   \n",
       "OSAVI                     0.680091  0.708620  0.769653  0.614496  0.410176   \n",
       "RootMoist_inst           -0.364458 -0.399799 -0.431662 -0.415429 -0.420782   \n",
       "SR                        0.600527  0.621582  0.685760  0.545078  0.489986   \n",
       "SVAI                      0.699544  0.725725  0.785880  0.674958  0.449355   \n",
       "SoilMoi0_10cm_inst       -0.261471 -0.341123 -0.383143 -0.322071 -0.315782   \n",
       "SoilMoi10_40cm_inst      -0.273954 -0.323696 -0.370878 -0.325445 -0.340494   \n",
       "VDVI                      0.402094  0.291325  0.292143 -0.043415  0.075116   \n",
       "WDRVI                     0.659597  0.660899  0.731544  0.564475  0.451037   \n",
       "WDVI                      0.728102  0.720992  0.799526  0.732549  0.494968   \n",
       "soil_temperature_level_1  0.306423  0.433433  0.382455  0.423074  0.508053   \n",
       "soil_temperature_level_2  0.344426  0.407463  0.408820  0.455572  0.528980   \n",
       "soil_temperature_level_3  0.393503  0.382839  0.446527  0.449195  0.533172   \n",
       "soil_temperature_level_4  0.418151  0.416107  0.413462  0.407221  0.375782   \n",
       "wet                       0.177993  0.365697  0.384112  0.678819  0.587290   \n",
       "\n",
       "                          $X_{11}$  $X_{12}$  \n",
       "AvgSurfT_inst             0.668540  0.483032  \n",
       "CanopInt_inst            -0.228841 -0.156844  \n",
       "DVI                      -0.075682 -0.198861  \n",
       "ECanop_tavg              -0.018138 -0.045115  \n",
       "EVI                      -0.118224 -0.243343  \n",
       "EVI2                     -0.117014 -0.246510  \n",
       "EXG                      -0.507368 -0.702534  \n",
       "GCVI                     -0.144284 -0.259292  \n",
       "GI                        0.247102  0.293262  \n",
       "GNDVI                    -0.082069 -0.156991  \n",
       "LST_Day_1km               0.044617  0.004380  \n",
       "LST_Night_1km            -0.039948  0.013872  \n",
       "Lai_500m                 -0.419406 -0.626101  \n",
       "MCARI                    -0.401373 -0.529602  \n",
       "MSR                      -0.477753 -0.621952  \n",
       "NDGI                     -0.241489 -0.280805  \n",
       "NDVI                     -0.157950 -0.275038  \n",
       "NGBDI                    -0.106163 -0.172629  \n",
       "OSAVI                    -0.135671 -0.255925  \n",
       "RootMoist_inst           -0.430445 -0.422441  \n",
       "SR                       -0.237088 -0.386521  \n",
       "SVAI                     -0.114209 -0.236441  \n",
       "SoilMoi0_10cm_inst       -0.358826 -0.291799  \n",
       "SoilMoi10_40cm_inst      -0.359316 -0.333971  \n",
       "VDVI                     -0.392976 -0.584767  \n",
       "WDRVI                    -0.476455 -0.627757  \n",
       "WDVI                      0.001423 -0.064758  \n",
       "soil_temperature_level_1  0.499875  0.454563  \n",
       "soil_temperature_level_2  0.509858  0.500050  \n",
       "soil_temperature_level_3  0.500258  0.523664  \n",
       "soil_temperature_level_4  0.350735  0.340291  \n",
       "wet                       0.036240 -0.163413  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "corr1=corr0.drop(corr0.tail(1).index)\n",
    "corr1=corr1.values.reshape((32,12))\n",
    "corr=pd.DataFrame(data=corr1,index=index,columns=columns)\n",
    "corr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "a4c70646-4faa-4678-b6f9-9ffa3919f519",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "\n",
    "sns.set(style=\"whitegrid\")\n",
    "plt.figure(figsize=(15, 10))  # 设置图形的大小\n",
    "sns.heatmap(corr, annot=True, fmt=\".2f\", cmap=\"coolwarm\", linewidths=.5)\n",
    " \n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "3038151c-93b2-4e6a-a9a4-a6c842b54de4",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "corr0_df = pd.DataFrame(corr0)\n",
    "corr0_df.columns = [\"相关性\"]\n",
    "high_corr_items = corr0_df[corr0_df[\"相关性\"].abs() > 0.6]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "9ac740b0-e708-4eb3-84c5-f4d6314e5ac7",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>相关性</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>AvgSurfT_inst_chengshu</th>\n",
       "      <td>0.668540</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DVI_bajie</th>\n",
       "      <td>0.713181</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DVI_yunsui</th>\n",
       "      <td>0.723795</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DVI_chousui</th>\n",
       "      <td>0.795348</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DVI_kaihua</th>\n",
       "      <td>0.720250</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WDVI_yunsui</th>\n",
       "      <td>0.720992</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WDVI_chousui</th>\n",
       "      <td>0.799526</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WDVI_kaihua</th>\n",
       "      <td>0.732549</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wet_kaihua</th>\n",
       "      <td>0.678819</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>亩产</th>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>61 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                             相关性\n",
       "AvgSurfT_inst_chengshu  0.668540\n",
       "DVI_bajie               0.713181\n",
       "DVI_yunsui              0.723795\n",
       "DVI_chousui             0.795348\n",
       "DVI_kaihua              0.720250\n",
       "...                          ...\n",
       "WDVI_yunsui             0.720992\n",
       "WDVI_chousui            0.799526\n",
       "WDVI_kaihua             0.732549\n",
       "wet_kaihua              0.678819\n",
       "亩产                      1.000000\n",
       "\n",
       "[61 rows x 1 columns]"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "high_corr_items"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "a9bcebe9-a433-41f9-9948-5df3cd6d8cad",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "df_T=high_corr_items.T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b70a779a-5bee-4493-aae6-ef81a16d4788",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AvgSurfT_inst_chengshu</th>\n",
       "      <th>DVI_bajie</th>\n",
       "      <th>DVI_yunsui</th>\n",
       "      <th>DVI_chousui</th>\n",
       "      <th>DVI_kaihua</th>\n",
       "      <th>EVI_bajie</th>\n",
       "      <th>EVI_yunsui</th>\n",
       "      <th>EVI_kaihua</th>\n",
       "      <th>EVI2_bajie</th>\n",
       "      <th>EVI2_yunsui</th>\n",
       "      <th>...</th>\n",
       "      <th>WDRVI_bajie</th>\n",
       "      <th>WDRVI_yunsui</th>\n",
       "      <th>WDRVI_chousui</th>\n",
       "      <th>WDRVI_shouhuo</th>\n",
       "      <th>WDVI_bajie</th>\n",
       "      <th>WDVI_yunsui</th>\n",
       "      <th>WDVI_chousui</th>\n",
       "      <th>WDVI_kaihua</th>\n",
       "      <th>wet_kaihua</th>\n",
       "      <th>亩产</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>相关性</th>\n",
       "      <td>0.66854</td>\n",
       "      <td>0.713181</td>\n",
       "      <td>0.723795</td>\n",
       "      <td>0.795348</td>\n",
       "      <td>0.72025</td>\n",
       "      <td>0.700018</td>\n",
       "      <td>0.746745</td>\n",
       "      <td>0.745396</td>\n",
       "      <td>0.697613</td>\n",
       "      <td>0.722704</td>\n",
       "      <td>...</td>\n",
       "      <td>0.659597</td>\n",
       "      <td>0.660899</td>\n",
       "      <td>0.731544</td>\n",
       "      <td>-0.627757</td>\n",
       "      <td>0.728102</td>\n",
       "      <td>0.720992</td>\n",
       "      <td>0.799526</td>\n",
       "      <td>0.732549</td>\n",
       "      <td>0.678819</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1 rows × 61 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     AvgSurfT_inst_chengshu  DVI_bajie  DVI_yunsui  DVI_chousui  DVI_kaihua   \n",
       "相关性                 0.66854   0.713181    0.723795     0.795348     0.72025  \\\n",
       "\n",
       "     EVI_bajie  EVI_yunsui  EVI_kaihua  EVI2_bajie  EVI2_yunsui  ...   \n",
       "相关性   0.700018    0.746745    0.745396    0.697613     0.722704  ...  \\\n",
       "\n",
       "     WDRVI_bajie  WDRVI_yunsui  WDRVI_chousui  WDRVI_shouhuo  WDVI_bajie   \n",
       "相关性     0.659597      0.660899       0.731544      -0.627757    0.728102  \\\n",
       "\n",
       "     WDVI_yunsui  WDVI_chousui  WDVI_kaihua  wet_kaihua   亩产  \n",
       "相关性     0.720992      0.799526     0.732549    0.678819  1.0  \n",
       "\n",
       "[1 rows x 61 columns]"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "44b2055d-7b64-4679-9d21-38b6d049a986",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "df1=pd.concat([data,df_T], axis=0,join='inner', ignore_index=True) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a7cf04ae-74d5-4798-94c7-db9b26364e5a",
   "metadata": {
    "tags": []
   },
   "outputs": [
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AvgSurfT_inst_chengshu</th>\n",
       "      <th>DVI_bajie</th>\n",
       "      <th>DVI_yunsui</th>\n",
       "      <th>DVI_chousui</th>\n",
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       "      <th>WDRVI_chousui</th>\n",
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       "      <th>WDVI_yunsui</th>\n",
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       "      <th>WDVI_kaihua</th>\n",
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       "      <td>0.365544</td>\n",
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       "      <td>0.314837</td>\n",
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       "      <td>0.259395</td>\n",
       "      <td>0.407930</td>\n",
       "      <td>0.560811</td>\n",
       "      <td>0.465681</td>\n",
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       "      <td>0.516876</td>\n",
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       "      <td>-0.226778</td>\n",
       "      <td>0.117958</td>\n",
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       "      <td>0.333503</td>\n",
       "      <td>0.303379</td>\n",
       "      <td>-0.090472</td>\n",
       "      <td>5905.753158</td>\n",
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       "      <td>297.580502</td>\n",
       "      <td>0.199009</td>\n",
       "      <td>0.288057</td>\n",
       "      <td>0.258872</td>\n",
       "      <td>0.233038</td>\n",
       "      <td>0.346269</td>\n",
       "      <td>0.489054</td>\n",
       "      <td>0.404080</td>\n",
       "      <td>0.328151</td>\n",
       "      <td>0.463792</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.207561</td>\n",
       "      <td>-0.016942</td>\n",
       "      <td>-0.107692</td>\n",
       "      <td>-0.366980</td>\n",
       "      <td>0.246060</td>\n",
       "      <td>0.326980</td>\n",
       "      <td>0.303260</td>\n",
       "      <td>0.274792</td>\n",
       "      <td>-0.110333</td>\n",
       "      <td>5681.763483</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>301.204888</td>\n",
       "      <td>0.235312</td>\n",
       "      <td>0.291879</td>\n",
       "      <td>0.336350</td>\n",
       "      <td>0.256993</td>\n",
       "      <td>0.412764</td>\n",
       "      <td>0.556819</td>\n",
       "      <td>0.434005</td>\n",
       "      <td>0.360384</td>\n",
       "      <td>0.467441</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.225149</td>\n",
       "      <td>-0.016382</td>\n",
       "      <td>0.006908</td>\n",
       "      <td>-0.443565</td>\n",
       "      <td>0.295417</td>\n",
       "      <td>0.331463</td>\n",
       "      <td>0.379692</td>\n",
       "      <td>0.314127</td>\n",
       "      <td>-0.082004</td>\n",
       "      <td>7947.794351</td>\n",
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       "      <th>4</th>\n",
       "      <td>301.276045</td>\n",
       "      <td>0.277596</td>\n",
       "      <td>0.324400</td>\n",
       "      <td>0.326245</td>\n",
       "      <td>0.290710</td>\n",
       "      <td>0.476408</td>\n",
       "      <td>0.582161</td>\n",
       "      <td>0.515973</td>\n",
       "      <td>0.428143</td>\n",
       "      <td>0.512388</td>\n",
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       "      <td>-0.114041</td>\n",
       "      <td>0.070535</td>\n",
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       "      <td>0.362398</td>\n",
       "      <td>0.363948</td>\n",
       "      <td>0.328066</td>\n",
       "      <td>-0.095346</td>\n",
       "      <td>7840.499426</td>\n",
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       "      <td>0.299361</td>\n",
       "      <td>0.331019</td>\n",
       "      <td>0.296767</td>\n",
       "      <td>0.487164</td>\n",
       "      <td>0.566136</td>\n",
       "      <td>0.528670</td>\n",
       "      <td>0.452383</td>\n",
       "      <td>0.481728</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.004536</td>\n",
       "      <td>0.034141</td>\n",
       "      <td>0.177667</td>\n",
       "      <td>-0.428350</td>\n",
       "      <td>0.311335</td>\n",
       "      <td>0.336747</td>\n",
       "      <td>0.358535</td>\n",
       "      <td>0.324961</td>\n",
       "      <td>-0.095873</td>\n",
       "      <td>7380.460870</td>\n",
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       "    <tr>\n",
       "      <th>507</th>\n",
       "      <td>299.896044</td>\n",
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       "      <td>0.304859</td>\n",
       "      <td>0.322142</td>\n",
       "      <td>0.277211</td>\n",
       "      <td>0.551103</td>\n",
       "      <td>0.559534</td>\n",
       "      <td>0.498232</td>\n",
       "      <td>0.509715</td>\n",
       "      <td>0.511599</td>\n",
       "      <td>...</td>\n",
       "      <td>0.113345</td>\n",
       "      <td>0.167833</td>\n",
       "      <td>0.154379</td>\n",
       "      <td>-0.470498</td>\n",
       "      <td>0.338580</td>\n",
       "      <td>0.332048</td>\n",
       "      <td>0.350418</td>\n",
       "      <td>0.305831</td>\n",
       "      <td>-0.111334</td>\n",
       "      <td>5993.838377</td>\n",
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       "      <th>508</th>\n",
       "      <td>298.352775</td>\n",
       "      <td>0.276585</td>\n",
       "      <td>0.290804</td>\n",
       "      <td>0.262235</td>\n",
       "      <td>0.256889</td>\n",
       "      <td>0.492387</td>\n",
       "      <td>0.509651</td>\n",
       "      <td>0.458103</td>\n",
       "      <td>0.455400</td>\n",
       "      <td>0.484526</td>\n",
       "      <td>...</td>\n",
       "      <td>0.015554</td>\n",
       "      <td>0.072345</td>\n",
       "      <td>-0.104940</td>\n",
       "      <td>-0.411407</td>\n",
       "      <td>0.311719</td>\n",
       "      <td>0.321636</td>\n",
       "      <td>0.305963</td>\n",
       "      <td>0.288193</td>\n",
       "      <td>-0.115831</td>\n",
       "      <td>5321.619139</td>\n",
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       "      <th>509</th>\n",
       "      <td>299.869901</td>\n",
       "      <td>0.178963</td>\n",
       "      <td>0.241176</td>\n",
       "      <td>0.271186</td>\n",
       "      <td>0.237935</td>\n",
       "      <td>0.305374</td>\n",
       "      <td>0.415786</td>\n",
       "      <td>0.399675</td>\n",
       "      <td>0.291622</td>\n",
       "      <td>0.395174</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.283487</td>\n",
       "      <td>-0.119283</td>\n",
       "      <td>-0.100682</td>\n",
       "      <td>-0.440232</td>\n",
       "      <td>0.231307</td>\n",
       "      <td>0.283026</td>\n",
       "      <td>0.317185</td>\n",
       "      <td>0.285569</td>\n",
       "      <td>-0.119494</td>\n",
       "      <td>5738.673461</td>\n",
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       "      <th>510</th>\n",
       "      <td>0.668540</td>\n",
       "      <td>0.713181</td>\n",
       "      <td>0.723795</td>\n",
       "      <td>0.795348</td>\n",
       "      <td>0.720250</td>\n",
       "      <td>0.700018</td>\n",
       "      <td>0.746745</td>\n",
       "      <td>0.745396</td>\n",
       "      <td>0.697613</td>\n",
       "      <td>0.722704</td>\n",
       "      <td>...</td>\n",
       "      <td>0.659597</td>\n",
       "      <td>0.660899</td>\n",
       "      <td>0.731544</td>\n",
       "      <td>-0.627757</td>\n",
       "      <td>0.728102</td>\n",
       "      <td>0.720992</td>\n",
       "      <td>0.799526</td>\n",
       "      <td>0.732549</td>\n",
       "      <td>0.678819</td>\n",
       "      <td>1.000000</td>\n",
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       "     AvgSurfT_inst_chengshu  DVI_bajie  DVI_yunsui  DVI_chousui  DVI_kaihua   \n",
       "0                300.526136   0.225434    0.334751     0.339116    0.290064  \\\n",
       "1                299.835257   0.246399    0.314837     0.299417    0.259395   \n",
       "2                297.580502   0.199009    0.288057     0.258872    0.233038   \n",
       "3                301.204888   0.235312    0.291879     0.336350    0.256993   \n",
       "4                301.276045   0.277596    0.324400     0.326245    0.290710   \n",
       "..                      ...        ...         ...          ...         ...   \n",
       "506              299.815747   0.275196    0.299361     0.331019    0.296767   \n",
       "507              299.896044   0.308344    0.304859     0.322142    0.277211   \n",
       "508              298.352775   0.276585    0.290804     0.262235    0.256889   \n",
       "509              299.869901   0.178963    0.241176     0.271186    0.237935   \n",
       "510                0.668540   0.713181    0.723795     0.795348    0.720250   \n",
       "\n",
       "     EVI_bajie  EVI_yunsui  EVI_kaihua  EVI2_bajie  EVI2_yunsui  ...   \n",
       "0     0.394047    0.565361    0.494091    0.365544     0.533115  ...  \\\n",
       "1     0.407930    0.560811    0.465681    0.369929     0.516876  ...   \n",
       "2     0.346269    0.489054    0.404080    0.328151     0.463792  ...   \n",
       "3     0.412764    0.556819    0.434005    0.360384     0.467441  ...   \n",
       "4     0.476408    0.582161    0.515973    0.428143     0.512388  ...   \n",
       "..         ...         ...         ...         ...          ...  ...   \n",
       "506   0.487164    0.566136    0.528670    0.452383     0.481728  ...   \n",
       "507   0.551103    0.559534    0.498232    0.509715     0.511599  ...   \n",
       "508   0.492387    0.509651    0.458103    0.455400     0.484526  ...   \n",
       "509   0.305374    0.415786    0.399675    0.291622     0.395174  ...   \n",
       "510   0.700018    0.746745    0.745396    0.697613     0.722704  ...   \n",
       "\n",
       "     WDRVI_bajie  WDRVI_yunsui  WDRVI_chousui  WDRVI_shouhuo  WDVI_bajie   \n",
       "0      -0.169349      0.087521       0.059633      -0.445550    0.271899  \\\n",
       "1      -0.226778      0.117958       0.047456      -0.453703    0.313414   \n",
       "2      -0.207561     -0.016942      -0.107692      -0.366980    0.246060   \n",
       "3      -0.225149     -0.016382       0.006908      -0.443565    0.295417   \n",
       "4      -0.114041      0.070535       0.054913      -0.458084    0.330209   \n",
       "..           ...           ...            ...            ...         ...   \n",
       "506    -0.004536      0.034141       0.177667      -0.428350    0.311335   \n",
       "507     0.113345      0.167833       0.154379      -0.470498    0.338580   \n",
       "508     0.015554      0.072345      -0.104940      -0.411407    0.311719   \n",
       "509    -0.283487     -0.119283      -0.100682      -0.440232    0.231307   \n",
       "510     0.659597      0.660899       0.731544      -0.627757    0.728102   \n",
       "\n",
       "     WDVI_yunsui  WDVI_chousui  WDVI_kaihua  wet_kaihua           亩产  \n",
       "0       0.369314      0.377903     0.332052   -0.085087  7421.059765  \n",
       "1       0.345419      0.333503     0.303379   -0.090472  5905.753158  \n",
       "2       0.326980      0.303260     0.274792   -0.110333  5681.763483  \n",
       "3       0.331463      0.379692     0.314127   -0.082004  7947.794351  \n",
       "4       0.362398      0.363948     0.328066   -0.095346  7840.499426  \n",
       "..           ...           ...          ...         ...          ...  \n",
       "506     0.336747      0.358535     0.324961   -0.095873  7380.460870  \n",
       "507     0.332048      0.350418     0.305831   -0.111334  5993.838377  \n",
       "508     0.321636      0.305963     0.288193   -0.115831  5321.619139  \n",
       "509     0.283026      0.317185     0.285569   -0.119494  5738.673461  \n",
       "510     0.720992      0.799526     0.732549    0.678819     1.000000  \n",
       "\n",
       "[511 rows x 61 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "af1382a2-3236-40cf-bc96-f9f7e55976ce",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>AvgSurfT_inst_chengshu</th>\n",
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       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>300.526136</td>\n",
       "      <td>0.225434</td>\n",
       "      <td>0.334751</td>\n",
       "      <td>0.339116</td>\n",
       "      <td>0.290064</td>\n",
       "      <td>0.394047</td>\n",
       "      <td>0.565361</td>\n",
       "      <td>0.494091</td>\n",
       "      <td>0.365544</td>\n",
       "      <td>0.533115</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.169349</td>\n",
       "      <td>0.087521</td>\n",
       "      <td>0.059633</td>\n",
       "      <td>-0.445550</td>\n",
       "      <td>0.271899</td>\n",
       "      <td>0.369314</td>\n",
       "      <td>0.377903</td>\n",
       "      <td>0.332052</td>\n",
       "      <td>-0.085087</td>\n",
       "      <td>7421.059765</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>299.835257</td>\n",
       "      <td>0.246399</td>\n",
       "      <td>0.314837</td>\n",
       "      <td>0.299417</td>\n",
       "      <td>0.259395</td>\n",
       "      <td>0.407930</td>\n",
       "      <td>0.560811</td>\n",
       "      <td>0.465681</td>\n",
       "      <td>0.369929</td>\n",
       "      <td>0.516876</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.226778</td>\n",
       "      <td>0.117958</td>\n",
       "      <td>0.047456</td>\n",
       "      <td>-0.453703</td>\n",
       "      <td>0.313414</td>\n",
       "      <td>0.345419</td>\n",
       "      <td>0.333503</td>\n",
       "      <td>0.303379</td>\n",
       "      <td>-0.090472</td>\n",
       "      <td>5905.753158</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>297.580502</td>\n",
       "      <td>0.199009</td>\n",
       "      <td>0.288057</td>\n",
       "      <td>0.258872</td>\n",
       "      <td>0.233038</td>\n",
       "      <td>0.346269</td>\n",
       "      <td>0.489054</td>\n",
       "      <td>0.404080</td>\n",
       "      <td>0.328151</td>\n",
       "      <td>0.463792</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.207561</td>\n",
       "      <td>-0.016942</td>\n",
       "      <td>-0.107692</td>\n",
       "      <td>-0.366980</td>\n",
       "      <td>0.246060</td>\n",
       "      <td>0.326980</td>\n",
       "      <td>0.303260</td>\n",
       "      <td>0.274792</td>\n",
       "      <td>-0.110333</td>\n",
       "      <td>5681.763483</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>301.204888</td>\n",
       "      <td>0.235312</td>\n",
       "      <td>0.291879</td>\n",
       "      <td>0.336350</td>\n",
       "      <td>0.256993</td>\n",
       "      <td>0.412764</td>\n",
       "      <td>0.556819</td>\n",
       "      <td>0.434005</td>\n",
       "      <td>0.360384</td>\n",
       "      <td>0.467441</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.225149</td>\n",
       "      <td>-0.016382</td>\n",
       "      <td>0.006908</td>\n",
       "      <td>-0.443565</td>\n",
       "      <td>0.295417</td>\n",
       "      <td>0.331463</td>\n",
       "      <td>0.379692</td>\n",
       "      <td>0.314127</td>\n",
       "      <td>-0.082004</td>\n",
       "      <td>7947.794351</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>301.276045</td>\n",
       "      <td>0.277596</td>\n",
       "      <td>0.324400</td>\n",
       "      <td>0.326245</td>\n",
       "      <td>0.290710</td>\n",
       "      <td>0.476408</td>\n",
       "      <td>0.582161</td>\n",
       "      <td>0.515973</td>\n",
       "      <td>0.428143</td>\n",
       "      <td>0.512388</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.114041</td>\n",
       "      <td>0.070535</td>\n",
       "      <td>0.054913</td>\n",
       "      <td>-0.458084</td>\n",
       "      <td>0.330209</td>\n",
       "      <td>0.362398</td>\n",
       "      <td>0.363948</td>\n",
       "      <td>0.328066</td>\n",
       "      <td>-0.095346</td>\n",
       "      <td>7840.499426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>505</th>\n",
       "      <td>299.835151</td>\n",
       "      <td>0.236016</td>\n",
       "      <td>0.261485</td>\n",
       "      <td>0.273586</td>\n",
       "      <td>0.251654</td>\n",
       "      <td>0.428562</td>\n",
       "      <td>0.476902</td>\n",
       "      <td>0.451126</td>\n",
       "      <td>0.394400</td>\n",
       "      <td>0.434443</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.083444</td>\n",
       "      <td>-0.026290</td>\n",
       "      <td>-0.022691</td>\n",
       "      <td>-0.427941</td>\n",
       "      <td>0.274366</td>\n",
       "      <td>0.297254</td>\n",
       "      <td>0.311005</td>\n",
       "      <td>0.288490</td>\n",
       "      <td>-0.112778</td>\n",
       "      <td>6179.400354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>506</th>\n",
       "      <td>299.815747</td>\n",
       "      <td>0.275196</td>\n",
       "      <td>0.299361</td>\n",
       "      <td>0.331019</td>\n",
       "      <td>0.296767</td>\n",
       "      <td>0.487164</td>\n",
       "      <td>0.566136</td>\n",
       "      <td>0.528670</td>\n",
       "      <td>0.452383</td>\n",
       "      <td>0.481728</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.004536</td>\n",
       "      <td>0.034141</td>\n",
       "      <td>0.177667</td>\n",
       "      <td>-0.428350</td>\n",
       "      <td>0.311335</td>\n",
       "      <td>0.336747</td>\n",
       "      <td>0.358535</td>\n",
       "      <td>0.324961</td>\n",
       "      <td>-0.095873</td>\n",
       "      <td>7380.460870</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>507</th>\n",
       "      <td>299.896044</td>\n",
       "      <td>0.308344</td>\n",
       "      <td>0.304859</td>\n",
       "      <td>0.322142</td>\n",
       "      <td>0.277211</td>\n",
       "      <td>0.551103</td>\n",
       "      <td>0.559534</td>\n",
       "      <td>0.498232</td>\n",
       "      <td>0.509715</td>\n",
       "      <td>0.511599</td>\n",
       "      <td>...</td>\n",
       "      <td>0.113345</td>\n",
       "      <td>0.167833</td>\n",
       "      <td>0.154379</td>\n",
       "      <td>-0.470498</td>\n",
       "      <td>0.338580</td>\n",
       "      <td>0.332048</td>\n",
       "      <td>0.350418</td>\n",
       "      <td>0.305831</td>\n",
       "      <td>-0.111334</td>\n",
       "      <td>5993.838377</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>508</th>\n",
       "      <td>298.352775</td>\n",
       "      <td>0.276585</td>\n",
       "      <td>0.290804</td>\n",
       "      <td>0.262235</td>\n",
       "      <td>0.256889</td>\n",
       "      <td>0.492387</td>\n",
       "      <td>0.509651</td>\n",
       "      <td>0.458103</td>\n",
       "      <td>0.455400</td>\n",
       "      <td>0.484526</td>\n",
       "      <td>...</td>\n",
       "      <td>0.015554</td>\n",
       "      <td>0.072345</td>\n",
       "      <td>-0.104940</td>\n",
       "      <td>-0.411407</td>\n",
       "      <td>0.311719</td>\n",
       "      <td>0.321636</td>\n",
       "      <td>0.305963</td>\n",
       "      <td>0.288193</td>\n",
       "      <td>-0.115831</td>\n",
       "      <td>5321.619139</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>509</th>\n",
       "      <td>299.869901</td>\n",
       "      <td>0.178963</td>\n",
       "      <td>0.241176</td>\n",
       "      <td>0.271186</td>\n",
       "      <td>0.237935</td>\n",
       "      <td>0.305374</td>\n",
       "      <td>0.415786</td>\n",
       "      <td>0.399675</td>\n",
       "      <td>0.291622</td>\n",
       "      <td>0.395174</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.283487</td>\n",
       "      <td>-0.119283</td>\n",
       "      <td>-0.100682</td>\n",
       "      <td>-0.440232</td>\n",
       "      <td>0.231307</td>\n",
       "      <td>0.283026</td>\n",
       "      <td>0.317185</td>\n",
       "      <td>0.285569</td>\n",
       "      <td>-0.119494</td>\n",
       "      <td>5738.673461</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>510 rows × 61 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     AvgSurfT_inst_chengshu  DVI_bajie  DVI_yunsui  DVI_chousui  DVI_kaihua   \n",
       "0                300.526136   0.225434    0.334751     0.339116    0.290064  \\\n",
       "1                299.835257   0.246399    0.314837     0.299417    0.259395   \n",
       "2                297.580502   0.199009    0.288057     0.258872    0.233038   \n",
       "3                301.204888   0.235312    0.291879     0.336350    0.256993   \n",
       "4                301.276045   0.277596    0.324400     0.326245    0.290710   \n",
       "..                      ...        ...         ...          ...         ...   \n",
       "505              299.835151   0.236016    0.261485     0.273586    0.251654   \n",
       "506              299.815747   0.275196    0.299361     0.331019    0.296767   \n",
       "507              299.896044   0.308344    0.304859     0.322142    0.277211   \n",
       "508              298.352775   0.276585    0.290804     0.262235    0.256889   \n",
       "509              299.869901   0.178963    0.241176     0.271186    0.237935   \n",
       "\n",
       "     EVI_bajie  EVI_yunsui  EVI_kaihua  EVI2_bajie  EVI2_yunsui  ...   \n",
       "0     0.394047    0.565361    0.494091    0.365544     0.533115  ...  \\\n",
       "1     0.407930    0.560811    0.465681    0.369929     0.516876  ...   \n",
       "2     0.346269    0.489054    0.404080    0.328151     0.463792  ...   \n",
       "3     0.412764    0.556819    0.434005    0.360384     0.467441  ...   \n",
       "4     0.476408    0.582161    0.515973    0.428143     0.512388  ...   \n",
       "..         ...         ...         ...         ...          ...  ...   \n",
       "505   0.428562    0.476902    0.451126    0.394400     0.434443  ...   \n",
       "506   0.487164    0.566136    0.528670    0.452383     0.481728  ...   \n",
       "507   0.551103    0.559534    0.498232    0.509715     0.511599  ...   \n",
       "508   0.492387    0.509651    0.458103    0.455400     0.484526  ...   \n",
       "509   0.305374    0.415786    0.399675    0.291622     0.395174  ...   \n",
       "\n",
       "     WDRVI_bajie  WDRVI_yunsui  WDRVI_chousui  WDRVI_shouhuo  WDVI_bajie   \n",
       "0      -0.169349      0.087521       0.059633      -0.445550    0.271899  \\\n",
       "1      -0.226778      0.117958       0.047456      -0.453703    0.313414   \n",
       "2      -0.207561     -0.016942      -0.107692      -0.366980    0.246060   \n",
       "3      -0.225149     -0.016382       0.006908      -0.443565    0.295417   \n",
       "4      -0.114041      0.070535       0.054913      -0.458084    0.330209   \n",
       "..           ...           ...            ...            ...         ...   \n",
       "505    -0.083444     -0.026290      -0.022691      -0.427941    0.274366   \n",
       "506    -0.004536      0.034141       0.177667      -0.428350    0.311335   \n",
       "507     0.113345      0.167833       0.154379      -0.470498    0.338580   \n",
       "508     0.015554      0.072345      -0.104940      -0.411407    0.311719   \n",
       "509    -0.283487     -0.119283      -0.100682      -0.440232    0.231307   \n",
       "\n",
       "     WDVI_yunsui  WDVI_chousui  WDVI_kaihua  wet_kaihua           亩产  \n",
       "0       0.369314      0.377903     0.332052   -0.085087  7421.059765  \n",
       "1       0.345419      0.333503     0.303379   -0.090472  5905.753158  \n",
       "2       0.326980      0.303260     0.274792   -0.110333  5681.763483  \n",
       "3       0.331463      0.379692     0.314127   -0.082004  7947.794351  \n",
       "4       0.362398      0.363948     0.328066   -0.095346  7840.499426  \n",
       "..           ...           ...          ...         ...          ...  \n",
       "505     0.297254      0.311005     0.288490   -0.112778  6179.400354  \n",
       "506     0.336747      0.358535     0.324961   -0.095873  7380.460870  \n",
       "507     0.332048      0.350418     0.305831   -0.111334  5993.838377  \n",
       "508     0.321636      0.305963     0.288193   -0.115831  5321.619139  \n",
       "509     0.283026      0.317185     0.285569   -0.119494  5738.673461  \n",
       "\n",
       "[510 rows x 61 columns]"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "d=df1.drop(510)\n",
    "d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "39972212-30a5-46cd-8500-8c207496d171",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>NAME</th>\n",
       "      <th>AvgSurfT_inst_chengshu</th>\n",
       "      <th>LST_Day_1km_chousui</th>\n",
       "      <th>LST_Night_1km_fennie</th>\n",
       "      <th>RootMoist_inst_shouhuo</th>\n",
       "      <th>soil_temperature_level_2_kaihua</th>\n",
       "      <th>soil_temperature_level_2_guanjiang</th>\n",
       "      <th>soil_temperature_level_2_chengshu</th>\n",
       "      <th>soil_temperature_level_2_shouhuo</th>\n",
       "      <th>soil_temperature_level_3_chousui</th>\n",
       "      <th>...</th>\n",
       "      <th>WDRVI_bajie</th>\n",
       "      <th>WDRVI_yunsui</th>\n",
       "      <th>WDRVI_chousui</th>\n",
       "      <th>WDRVI_shouhuo</th>\n",
       "      <th>WDVI_bajie</th>\n",
       "      <th>WDVI_yunsui</th>\n",
       "      <th>WDVI_chousui</th>\n",
       "      <th>WDVI_kaihua</th>\n",
       "      <th>wet_kaihua</th>\n",
       "      <th>亩产</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>410522</td>\n",
       "      <td>300.526136</td>\n",
       "      <td>14799.390577</td>\n",
       "      <td>13645.564675</td>\n",
       "      <td>168.811523</td>\n",
       "      <td>290.520730</td>\n",
       "      <td>296.243766</td>\n",
       "      <td>300.453240</td>\n",
       "      <td>301.744997</td>\n",
       "      <td>287.739688</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.169349</td>\n",
       "      <td>0.087521</td>\n",
       "      <td>0.059633</td>\n",
       "      <td>-0.445550</td>\n",
       "      <td>0.271899</td>\n",
       "      <td>0.369314</td>\n",
       "      <td>0.377903</td>\n",
       "      <td>0.332052</td>\n",
       "      <td>-0.085087</td>\n",
       "      <td>7421.059765</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>410421</td>\n",
       "      <td>299.835257</td>\n",
       "      <td>14885.097859</td>\n",
       "      <td>13730.892892</td>\n",
       "      <td>293.185253</td>\n",
       "      <td>289.450286</td>\n",
       "      <td>295.121816</td>\n",
       "      <td>299.829789</td>\n",
       "      <td>301.575876</td>\n",
       "      <td>287.200556</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.226778</td>\n",
       "      <td>0.117958</td>\n",
       "      <td>0.047456</td>\n",
       "      <td>-0.453703</td>\n",
       "      <td>0.313414</td>\n",
       "      <td>0.345419</td>\n",
       "      <td>0.333503</td>\n",
       "      <td>0.303379</td>\n",
       "      <td>-0.090472</td>\n",
       "      <td>5905.753158</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>411726</td>\n",
       "      <td>297.580502</td>\n",
       "      <td>14859.105485</td>\n",
       "      <td>13781.911220</td>\n",
       "      <td>347.765731</td>\n",
       "      <td>288.378218</td>\n",
       "      <td>293.032866</td>\n",
       "      <td>296.612319</td>\n",
       "      <td>298.607515</td>\n",
       "      <td>286.204292</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.207561</td>\n",
       "      <td>-0.016942</td>\n",
       "      <td>-0.107692</td>\n",
       "      <td>-0.366980</td>\n",
       "      <td>0.246060</td>\n",
       "      <td>0.326980</td>\n",
       "      <td>0.303260</td>\n",
       "      <td>0.274792</td>\n",
       "      <td>-0.110333</td>\n",
       "      <td>5681.763483</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>410822</td>\n",
       "      <td>301.204888</td>\n",
       "      <td>14937.506019</td>\n",
       "      <td>13697.783412</td>\n",
       "      <td>185.857668</td>\n",
       "      <td>290.480633</td>\n",
       "      <td>296.267731</td>\n",
       "      <td>300.893846</td>\n",
       "      <td>302.175285</td>\n",
       "      <td>287.549117</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.225149</td>\n",
       "      <td>-0.016382</td>\n",
       "      <td>0.006908</td>\n",
       "      <td>-0.443565</td>\n",
       "      <td>0.295417</td>\n",
       "      <td>0.331463</td>\n",
       "      <td>0.379692</td>\n",
       "      <td>0.314127</td>\n",
       "      <td>-0.082004</td>\n",
       "      <td>7947.794351</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>411082</td>\n",
       "      <td>301.276045</td>\n",
       "      <td>14916.375598</td>\n",
       "      <td>13670.887570</td>\n",
       "      <td>196.111946</td>\n",
       "      <td>290.072776</td>\n",
       "      <td>295.931929</td>\n",
       "      <td>301.110509</td>\n",
       "      <td>302.736960</td>\n",
       "      <td>287.686706</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.114041</td>\n",
       "      <td>0.070535</td>\n",
       "      <td>0.054913</td>\n",
       "      <td>-0.458084</td>\n",
       "      <td>0.330209</td>\n",
       "      <td>0.362398</td>\n",
       "      <td>0.363948</td>\n",
       "      <td>0.328066</td>\n",
       "      <td>-0.095346</td>\n",
       "      <td>7840.499426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>505</th>\n",
       "      <td>411081</td>\n",
       "      <td>299.835151</td>\n",
       "      <td>14885.009553</td>\n",
       "      <td>13761.025977</td>\n",
       "      <td>120.615012</td>\n",
       "      <td>292.395091</td>\n",
       "      <td>296.486793</td>\n",
       "      <td>298.581380</td>\n",
       "      <td>297.041116</td>\n",
       "      <td>287.623432</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.083444</td>\n",
       "      <td>-0.026290</td>\n",
       "      <td>-0.022691</td>\n",
       "      <td>-0.427941</td>\n",
       "      <td>0.274366</td>\n",
       "      <td>0.297254</td>\n",
       "      <td>0.311005</td>\n",
       "      <td>0.288490</td>\n",
       "      <td>-0.112778</td>\n",
       "      <td>6179.400354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>506</th>\n",
       "      <td>411424</td>\n",
       "      <td>299.815747</td>\n",
       "      <td>14850.239602</td>\n",
       "      <td>13726.494448</td>\n",
       "      <td>149.612421</td>\n",
       "      <td>292.481814</td>\n",
       "      <td>295.720253</td>\n",
       "      <td>298.362734</td>\n",
       "      <td>297.378545</td>\n",
       "      <td>287.914742</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.004536</td>\n",
       "      <td>0.034141</td>\n",
       "      <td>0.177667</td>\n",
       "      <td>-0.428350</td>\n",
       "      <td>0.311335</td>\n",
       "      <td>0.336747</td>\n",
       "      <td>0.358535</td>\n",
       "      <td>0.324961</td>\n",
       "      <td>-0.095873</td>\n",
       "      <td>7380.460870</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>507</th>\n",
       "      <td>411724</td>\n",
       "      <td>299.896044</td>\n",
       "      <td>14843.030831</td>\n",
       "      <td>13707.298647</td>\n",
       "      <td>278.828494</td>\n",
       "      <td>291.285007</td>\n",
       "      <td>294.740088</td>\n",
       "      <td>296.974258</td>\n",
       "      <td>296.714832</td>\n",
       "      <td>287.775871</td>\n",
       "      <td>...</td>\n",
       "      <td>0.113345</td>\n",
       "      <td>0.167833</td>\n",
       "      <td>0.154379</td>\n",
       "      <td>-0.470498</td>\n",
       "      <td>0.338580</td>\n",
       "      <td>0.332048</td>\n",
       "      <td>0.350418</td>\n",
       "      <td>0.305831</td>\n",
       "      <td>-0.111334</td>\n",
       "      <td>5993.838377</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>508</th>\n",
       "      <td>411324</td>\n",
       "      <td>298.352775</td>\n",
       "      <td>14827.635700</td>\n",
       "      <td>13820.220001</td>\n",
       "      <td>216.522302</td>\n",
       "      <td>291.082756</td>\n",
       "      <td>295.362329</td>\n",
       "      <td>297.656088</td>\n",
       "      <td>296.653374</td>\n",
       "      <td>287.667187</td>\n",
       "      <td>...</td>\n",
       "      <td>0.015554</td>\n",
       "      <td>0.072345</td>\n",
       "      <td>-0.104940</td>\n",
       "      <td>-0.411407</td>\n",
       "      <td>0.311719</td>\n",
       "      <td>0.321636</td>\n",
       "      <td>0.305963</td>\n",
       "      <td>0.288193</td>\n",
       "      <td>-0.115831</td>\n",
       "      <td>5321.619139</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>509</th>\n",
       "      <td>410122</td>\n",
       "      <td>299.869901</td>\n",
       "      <td>14920.174305</td>\n",
       "      <td>13713.055760</td>\n",
       "      <td>148.758114</td>\n",
       "      <td>293.225614</td>\n",
       "      <td>297.054824</td>\n",
       "      <td>299.107357</td>\n",
       "      <td>297.727990</td>\n",
       "      <td>288.060986</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.283487</td>\n",
       "      <td>-0.119283</td>\n",
       "      <td>-0.100682</td>\n",
       "      <td>-0.440232</td>\n",
       "      <td>0.231307</td>\n",
       "      <td>0.283026</td>\n",
       "      <td>0.317185</td>\n",
       "      <td>0.285569</td>\n",
       "      <td>-0.119494</td>\n",
       "      <td>5738.673461</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>510 rows × 86 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       NAME  AvgSurfT_inst_chengshu  LST_Day_1km_chousui   \n",
       "0    410522              300.526136         14799.390577  \\\n",
       "1    410421              299.835257         14885.097859   \n",
       "2    411726              297.580502         14859.105485   \n",
       "3    410822              301.204888         14937.506019   \n",
       "4    411082              301.276045         14916.375598   \n",
       "..      ...                     ...                  ...   \n",
       "505  411081              299.835151         14885.009553   \n",
       "506  411424              299.815747         14850.239602   \n",
       "507  411724              299.896044         14843.030831   \n",
       "508  411324              298.352775         14827.635700   \n",
       "509  410122              299.869901         14920.174305   \n",
       "\n",
       "     LST_Night_1km_fennie  RootMoist_inst_shouhuo   \n",
       "0            13645.564675              168.811523  \\\n",
       "1            13730.892892              293.185253   \n",
       "2            13781.911220              347.765731   \n",
       "3            13697.783412              185.857668   \n",
       "4            13670.887570              196.111946   \n",
       "..                    ...                     ...   \n",
       "505          13761.025977              120.615012   \n",
       "506          13726.494448              149.612421   \n",
       "507          13707.298647              278.828494   \n",
       "508          13820.220001              216.522302   \n",
       "509          13713.055760              148.758114   \n",
       "\n",
       "     soil_temperature_level_2_kaihua  soil_temperature_level_2_guanjiang   \n",
       "0                         290.520730                          296.243766  \\\n",
       "1                         289.450286                          295.121816   \n",
       "2                         288.378218                          293.032866   \n",
       "3                         290.480633                          296.267731   \n",
       "4                         290.072776                          295.931929   \n",
       "..                               ...                                 ...   \n",
       "505                       292.395091                          296.486793   \n",
       "506                       292.481814                          295.720253   \n",
       "507                       291.285007                          294.740088   \n",
       "508                       291.082756                          295.362329   \n",
       "509                       293.225614                          297.054824   \n",
       "\n",
       "     soil_temperature_level_2_chengshu  soil_temperature_level_2_shouhuo   \n",
       "0                           300.453240                        301.744997  \\\n",
       "1                           299.829789                        301.575876   \n",
       "2                           296.612319                        298.607515   \n",
       "3                           300.893846                        302.175285   \n",
       "4                           301.110509                        302.736960   \n",
       "..                                 ...                               ...   \n",
       "505                         298.581380                        297.041116   \n",
       "506                         298.362734                        297.378545   \n",
       "507                         296.974258                        296.714832   \n",
       "508                         297.656088                        296.653374   \n",
       "509                         299.107357                        297.727990   \n",
       "\n",
       "     soil_temperature_level_3_chousui  ...  WDRVI_bajie  WDRVI_yunsui   \n",
       "0                          287.739688  ...    -0.169349      0.087521  \\\n",
       "1                          287.200556  ...    -0.226778      0.117958   \n",
       "2                          286.204292  ...    -0.207561     -0.016942   \n",
       "3                          287.549117  ...    -0.225149     -0.016382   \n",
       "4                          287.686706  ...    -0.114041      0.070535   \n",
       "..                                ...  ...          ...           ...   \n",
       "505                        287.623432  ...    -0.083444     -0.026290   \n",
       "506                        287.914742  ...    -0.004536      0.034141   \n",
       "507                        287.775871  ...     0.113345      0.167833   \n",
       "508                        287.667187  ...     0.015554      0.072345   \n",
       "509                        288.060986  ...    -0.283487     -0.119283   \n",
       "\n",
       "     WDRVI_chousui  WDRVI_shouhuo  WDVI_bajie  WDVI_yunsui  WDVI_chousui   \n",
       "0         0.059633      -0.445550    0.271899     0.369314      0.377903  \\\n",
       "1         0.047456      -0.453703    0.313414     0.345419      0.333503   \n",
       "2        -0.107692      -0.366980    0.246060     0.326980      0.303260   \n",
       "3         0.006908      -0.443565    0.295417     0.331463      0.379692   \n",
       "4         0.054913      -0.458084    0.330209     0.362398      0.363948   \n",
       "..             ...            ...         ...          ...           ...   \n",
       "505      -0.022691      -0.427941    0.274366     0.297254      0.311005   \n",
       "506       0.177667      -0.428350    0.311335     0.336747      0.358535   \n",
       "507       0.154379      -0.470498    0.338580     0.332048      0.350418   \n",
       "508      -0.104940      -0.411407    0.311719     0.321636      0.305963   \n",
       "509      -0.100682      -0.440232    0.231307     0.283026      0.317185   \n",
       "\n",
       "     WDVI_kaihua  wet_kaihua           亩产  \n",
       "0       0.332052   -0.085087  7421.059765  \n",
       "1       0.303379   -0.090472  5905.753158  \n",
       "2       0.274792   -0.110333  5681.763483  \n",
       "3       0.314127   -0.082004  7947.794351  \n",
       "4       0.328066   -0.095346  7840.499426  \n",
       "..           ...         ...          ...  \n",
       "505     0.288490   -0.112778  6179.400354  \n",
       "506     0.324961   -0.095873  7380.460870  \n",
       "507     0.305831   -0.111334  5993.838377  \n",
       "508     0.288193   -0.115831  5321.619139  \n",
       "509     0.285569   -0.119494  5738.673461  \n",
       "\n",
       "[510 rows x 86 columns]"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df11=data.loc[:,['NAME','亩产','AvgSurfT_inst_chengshu','LST_Day_1km_chousui',\n",
    "                 'LST_Night_1km_fennie','RootMoist_inst_shouhuo','soil_temperature_level_2_kaihua',\n",
    "                 'soil_temperature_level_2_guanjiang','soil_temperature_level_2_chengshu',\n",
    "                 'soil_temperature_level_2_shouhuo','soil_temperature_level_3_chousui',\n",
    "                 'soil_temperature_level_3_kaihua','soil_temperature_level_3_guanjiang',\n",
    "                 'soil_temperature_level_3_chengshu','soil_temperature_level_3_shouhuo',\n",
    "                 'soil_temperature_level_1_guanjiang','soil_temperature_level_1_chengshu',\n",
    "                 'soil_temperature_level_1_shouhuo','SoilMoi0_10cm_inst_chousui','SoilMoi0_10cm_inst_kaihua',\n",
    "                 'SoilMoi0_10cm_inst_guanjiang','SoilMoi10_40cm_inst_chousui','SoilMoi10_40cm_inst_kaihua',\n",
    "                 'SoilMoi10_40cm_inst_guanjiang','VDVI_shouhuo','EVI_chousui','SR_kaihua']]\n",
    "df2=pd.merge(df11,d,on=['亩产','AvgSurfT_inst_chengshu'])\n",
    "column_names = list(df2.columns)\n",
    "column_names.append(column_names.pop(column_names.index('亩产')))\n",
    "df2 = df2[column_names]\n",
    "df2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "e0a8f177-8618-49d4-9b01-c380318d31c7",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "df3=df2.drop(columns=['soil_temperature_level_3_shouhuo','SR_bajie','SVAI_bajie',\n",
    "                       'soil_temperature_level_1_shouhuo','GNDVI_yunsui','SR_yunsui','WDRVI_yunsui',\n",
    "                       'Lai_500m_shouhuo','MSR_chumiao','EXG_fennie',\n",
    "                       'MSR_shouhuo',\n",
    "                       'WDRVI_shouhuo','RootMoist_inst_shouhuo', 'WDRVI_chumiao', \n",
    "                       'EXG_yuedong','EXG_shouhuo',\n",
    "                       'soil_temperature_level_2_chengshu','soil_temperature_level_3_chengshu','soil_temperature_level_1_chengshu','SR_bozhong'])\n",
    "                   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "3db919c0-a60c-41c9-bc8b-c039052030e2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "bozhong: [],个数 0,比例 0.00%\n",
      "chumiao: [],个数 0,比例 0.00%\n",
      "fennie: ['LST_Night_1km_'],个数 1,比例 1.52%\n",
      "yuedong: [],个数 0,比例 0.00%\n",
      "fanqing: [],个数 0,比例 0.00%\n",
      "bajie: ['DVI_', 'EVI_', 'EVI2_', 'GCVI_', 'GNDVI_', 'Lai_500m_', 'MCARI_', 'MSR_', 'NDVI_', 'OSAVI_', 'WDRVI_', 'WDVI_'],个数 12,比例 18.18%\n",
      "yunsui: ['DVI_', 'EVI_', 'EVI2_', 'GCVI_', 'Lai_500m_', 'MCARI_', 'MSR_', 'NDVI_', 'OSAVI_', 'SVAI_', 'WDVI_'],个数 11,比例 16.67%\n",
      "chousui: ['LST_Day_1km_', 'soil_temperature_level_3_', 'SoilMoi0_10cm_inst_', 'SoilMoi10_40cm_inst_', 'EVI_', 'DVI_', 'EVI2_', 'Lai_500m_', 'MCARI_', 'MSR_', 'NDVI_', 'OSAVI_', 'SR_', 'SVAI_', 'WDRVI_', 'WDVI_'],个数 16,比例 24.24%\n",
      "kaihua: ['soil_temperature_level_2_', 'soil_temperature_level_3_', 'SoilMoi0_10cm_inst_', 'SoilMoi10_40cm_inst_', 'SR_', 'DVI_', 'EVI_', 'EVI2_', 'GCVI_', 'GNDVI_', 'Lai_500m_', 'MCARI_', 'OSAVI_', 'SVAI_', 'WDVI_', 'wet_'],个数 16,比例 24.24%\n",
      "guanjiang: ['soil_temperature_level_2_', 'soil_temperature_level_3_', 'soil_temperature_level_1_', 'SoilMoi0_10cm_inst_', 'SoilMoi10_40cm_inst_'],个数 5,比例 7.58%\n",
      "chengshu: ['AvgSurfT_inst_'],个数 1,比例 1.52%\n",
      "shouhuo: ['soil_temperature_level_2_', 'VDVI_'],个数 2,比例 3.03%\n"
     ]
    }
   ],
   "source": [
    "features_list = list(df3.columns)\n",
    "t = ['bozhong', 'chumiao', 'fennie', 'yuedong', 'fanqing', 'bajie', 'yunsui', 'chousui', \n",
    "     'kaihua', 'guanjiang', 'chengshu', 'shouhuo']\n",
    "filtered_columns = {keyword: [col for col in features_list if keyword in col] for keyword in t}\n",
    "# 打印每个关键字对应的列名列表\n",
    "for keyword, cols in filtered_columns.items():\n",
    "    cols = [col.replace(keyword, '') for col in cols]\n",
    "    print(f'{keyword}: {cols},个数 {len(cols)},比例 {\"{:.2f}%\".format(len(cols)/len(features_list)*100)}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "bfe40bce-943f-4b6f-b636-38cdc373f50a",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "df3.to_excel(r'数据\\Feature.xlsx')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "459971d4-b653-4d27-a2e4-ff1e10be48dd",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "data2= pd.read_excel(r'数据\\21年数据.xlsx')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "ec2f4e6e-b584-45c2-bdd8-13f3e96c32d9",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "d2=data2[features_list]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "a9ca4326-94a4-4835-8d41-db877f4fb29e",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "d2.to_excel(r'数据\\Features.xlsx')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a03b54f4-b93b-4fbe-a1c4-de5b8c93cc93",
   "metadata": {},
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